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identify the domain and range and sketch the graph of y=1/ x-2
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\[y=\frac{1}{x-2}\]?
yup !
to find the domain, solve \[x-2=0\] in your head and then say "all real number except \(x=2\)"
as for the range, a fraction is only zero if the numerator is your numerator is 1, so it is never zero range: all real numbers except 0
and how would we write those out?
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i just wrote them out what would you like to write?
I meant like putting it in parenthesis
oh like \[(-\infty,2)\cup(2, \infty)\]?
Oh!! totally got it now! Thanks!! :)
that is a kind of long winded way of saying \(x\neq 2\)
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yw
one more question, how would we go about graphing that ?
@satellite73
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